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For example, the Sun is roughly 109 times the diameter of Earth; and about 10 times the diameter of Jupiter. The volume (for the simplifying assumption of perfect spheres) is proportional to the third power of the diameter.

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Q: How does the diameter and volume of the sun compare to the size and mass of other space object?
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How big is the sun compared to the moon and the earth?

Sun: 109 times the diameter of the Earth.Moon: About 1/4 the diameter of the Earth.Note that the surface is proportional to the second power; and the volume, to the third power of the diameter. For example, the Sun's volume is more than a million times the Earth's volume.You get yet other numbers if you compare masses, instead of diameter or volume.Sun: 109 times the diameter of the Earth.Moon: About 1/4 the diameter of the Earth.Note that the surface is proportional to the second power; and the volume, to the third power of the diameter. For example, the Sun's volume is more than a million times the Earth's volume.You get yet other numbers if you compare masses, instead of diameter or volume.Sun: 109 times the diameter of the Earth.Moon: About 1/4 the diameter of the Earth.Note that the surface is proportional to the second power; and the volume, to the third power of the diameter. For example, the Sun's volume is more than a million times the Earth's volume.You get yet other numbers if you compare masses, instead of diameter or volume.Sun: 109 times the diameter of the Earth.Moon: About 1/4 the diameter of the Earth.Note that the surface is proportional to the second power; and the volume, to the third power of the diameter. For example, the Sun's volume is more than a million times the Earth's volume.You get yet other numbers if you compare masses, instead of diameter or volume.


How does the diameter and volume of the sun compare to the size and mass of other space objects?

For example, the Sun is roughly 109 times the diameter of Earth; and about 10 times the diameter of Jupiter. The volume (for the simplifying assumption of perfect spheres) is proportional to the third power of the diameter.


What is the mass of a .5 in diameter glass marble?

I don't believe there is a way to find the mass of an object knowing only the diameter of the object. If you had the volume, or some other measurements sure. the best bet would be just to weigh it, or find the volume using the principles of displacement.


What happens to the volume of an object as its surface area increases?

In general, the volume will also increase. If the shape remains the same, the volume will increase faster than the surface area. Specifically, the surface area is proportional to the square of an object's diameter (or any other linear measurement), while the volume is proportional to the cube of any linear measurement.


How do you calculate the volume of an irregular object?

The volume of a solid object such as a rock or pebble can be determined by submerging it in a liquid in a graduated cylinder or other container. The difference in the volume of the liquid is the volume of the object.


What is the fomula for the volume of a rectangle?

The volume of a rectangle (or any other 2D object) is always zero. An object needs to be 3D to have volume.


The proper motion of a star or other object is measured by what?

By measuring the change in angular diameter of the object


What is the formula for finding the volume of diameter?

There is no such thing as "volume of diameter". On the other hand, the calculation for volume depends on the type of figure, so you may want to ask another question, where you specify, for what figure you want to do the calculation.


If an object takes up more space than another object what will it have?

Greater volume than the other object.


How is mass per volume different than volume per mass?

One is the reciprocal of the other. It is more common to use "mass per volume", but in theory you could use either. If object "A" has more mass per volume than object "B", then object "B" will have more volume per mass than object "A".


How is an increase of diameter of a cell related to the increase in surface area and volume?

If all other dimensions of the cell remain the same, both surface area and volume should increase if the diameter is increased.


What is the density of an object that has a mass of 39.5 grams and a volume of 15.8 cm?

An object cannot have a volume of 15.8 cm since cm is a measure of length. Without knowledge of the other dimensions, the object's volume cannot be determined and so neither can its density.